The order of a group is its cardinality as a set.
Knowl status:
- Review status: reviewed
- Last edited by John Jones on 2018-07-07 21:35:10
Referred to by:
History:
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- gg.tnumber
- group.alternating
- group.dicyclic
- group.dihedral
- group.socle
- group.subgroup.diagram
- group.subgroup.hall
- group.sylow_subgroup
- lmfdb/galois_groups/templates/gg-index.html (line 125)
- lmfdb/galois_groups/templates/gg-search.html (line 64)
- lmfdb/galois_groups/templates/gg-search.html (line 115)
- lmfdb/galois_groups/templates/gg-show-group.html (line 83)
- lmfdb/higher_genus_w_automorphisms/templates/hgcwa-index.html (line 98)
- lmfdb/higher_genus_w_automorphisms/templates/hgcwa-search.html (line 26)
- lmfdb/higher_genus_w_automorphisms/templates/hgcwa-search.html (line 144)
- lmfdb/sato_tate_groups/templates/st_display.html (line 26)
- 2018-07-07 21:35:10 by John Jones (Reviewed)